Plinko

Author:Steve Phelps

Click on the green button to start the animation. The "ball" drops from the top, bouncing off the "pegs," and landing on a number at the bottom. The graph on the right keeps track of this landing number.

New Resources

Nikmati Keunggulan Di Bandar Judi Terpercaya
Reflection = 180° Rotation about a Line
Equation of Locus - Parabola
Locus Related to Descartes' Folium
Volume by Shells Around y

Discover Resources

Standard 5 example
ASA Congruence
משימה 2 שקילות בינל

Discover Topics

Equilateral Triangles
Hypothesis Testing
Triangles
Geometric Mean
Special Points